A candy company has 141 kg of, chocolate-covered nuts and 93 kg of chocolate-covered raisins to be sold as two different mixes, One mix will contain half nuts and half raisins and will sell for $7 per kg. The other mlx will con A nuts and raisins and wil sell for $9.50 per kg. Complete parts, a. and b. a. How many kilograms. of each mix should the company prepare for the maximum revenue? Find the maximum revenue. The company should prepare 138 kg of the first mix and 96 kg.of the second mix for a maximum revenue of $ 1878'. b. The company ralses the price of the second mix to $11 per kg. Now how many kilograms of each mix should the company prepare for the maximum revaue? Find the maximum revenue. The company should prepare kg of the frst mix and kg of the second mix for a maximum revenue of S

College Algebra
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ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter7: Systems Of Equations And Inequalities
Section7.2: Systems Of Linear Equations: Three Variables
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Complete part B
A candy company 'has 141' kg of chocolate-covered nuts and 93 kg of chocolate-covered raisins to be sold as two different mixes. One mix will contain half nuts and half raisins and will sell for $7 per kg. The other mix will cont
3
7 nuts and raisins and will sell for $9.50 per kg. Complete parts a. and b.
a. How many kilograms of each mix should the company prepare for the maximum revenue? Find the maximum revenue.
The company should prepare 138 kg of the first mix and 96 kg of the second mix for a maximum revenue of $ 1878'.
b. The company raises the price of the second mix to $11 per kg. Now how many kilograms of each mix should the company prepare for the maximum revaue? Find the maximum revenue.
The company should prepare kg of the fIrst mix and kg of the second mix for a maximum revenue of S
Transcribed Image Text:A candy company 'has 141' kg of chocolate-covered nuts and 93 kg of chocolate-covered raisins to be sold as two different mixes. One mix will contain half nuts and half raisins and will sell for $7 per kg. The other mix will cont 3 7 nuts and raisins and will sell for $9.50 per kg. Complete parts a. and b. a. How many kilograms of each mix should the company prepare for the maximum revenue? Find the maximum revenue. The company should prepare 138 kg of the first mix and 96 kg of the second mix for a maximum revenue of $ 1878'. b. The company raises the price of the second mix to $11 per kg. Now how many kilograms of each mix should the company prepare for the maximum revaue? Find the maximum revenue. The company should prepare kg of the fIrst mix and kg of the second mix for a maximum revenue of S
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